5

3Final the distance between the parallel planes "MSet: do M decimal approxinationund P&176.Eutereluct...

Question

3Final the distance between the parallel planes "MSet: do M decimal approxinationund P&176.Eutereluct

3 Final the distance between the parallel planes "MSet: do M decimal approxination und P& 176.Euter eluct



Answers

$73-74$ Find the distance between the given parallel planes.
$$6 z=4 y-2 x, \quad 9 z=1-3 x+6 y$$

That it will given the Jew Barolo plans. Listen, I thanked us. B y plus isn't one and another plan I thanked. Plus being why presses enter, Plus teach you their below and then the distant region them It's a Rico June the the humanist one absolutely being finding by the square in the eye square must be square first city square. And now in this question, will given the Jew plans, the first plan will be the X plus y plus the equal to one the 2nd 1 x plus Why bless the ecology minus one and hear their phone. We can together distance we could your absolute under one minus minus one. The writing by the square within the one square Best one square best one square They were gonna go to that, You on the sculpture the three

Hello. So it's a good distance. What we need to do is to We arrange this and equipped everything to zero I mean to whatever. Okay so this is equal to zero? Difficult one. And the way you want to make sure is that a coefficient of X. Y. And Z are the same in both equations? Okay So what I've done is to multiply equation one okay. By uh 3/2. So if you do that Question one will now you know be the same. That's a question too. So you can see there the same now. Mhm. So we can use the formula. Okay So d. one and d. two are these values right here? Okay. The A. B. C. Are the coefficients of X, Y. And Z. Respectively? Okay so that's what oh sorry so that's what you see here. So you're so for a subtraction we want the absolute value. So that's gonna be one. Okay then you can now you know so three squared plus negative square plus a nice quiet. Okay so the distance is going to be one of my route 26. Okay thank you very much.

For this problem we want to Use are given information knowing two points in the normal vector to find the distance between the two planes. So to do that, we're going to use the following formula distance equals The magnitude of AX. one. That be why 1-plus easy one minus ex not plus B. Why not? Plus seizing up all over the square root of a squared plus B squared plus C squared. So let's see what that looks like. Um Since we have our two points, our distance is going to equal to because our vector that we have is 2 -3 1. So it's going to be corresponding to the A. B and C. So I have two times 3/4 And then plus zero. It's zero because we know that the .200. Okay. Are 3/4 heroes around. So we have 3/4 0, 0. And then we also have the .20. Sure. So this is what we're left with. Plus zero plus zero and then minus two times two plus zero plus sierra, all over the magnitude, which is going to be route two squared plus three squared plus one square. That's gonna end up giving us Five over to Route 14 for the final answer of the distance.

But, uh plans. So listen, we had the i X Plus being wireless incent last D one coaches are and an under a plan I angst plus being wiped. Bliss isn't lusty to be coaches. Oh, and then the distance between them and we go to the absolute I'm not the one minus teach you. And here in this question, were given the Jew plans will be ministerial ranks. Plus why bless the ICO chisel? The second plan will be that six. Thanks, Monastary. Why ministries The minus five coaches aero here Not. Is that for the second plan here we need you, right? It's time to have formed everyday by anything by three. And then we should get to an X minus Y minus. We divided by ministry really isn't within the man ist you expressed. Why bless the plus five out of three equal to zero. So really, on the 1st 1 we can write down Judah from off the honest your X plus y plus the plus zero because you zero So they're far. This will be the different between damn Onda. Then we meet. You are in this question in the form a win for lunch is defined by the number on the A squared plus B squared plus C square. Therefore, the answer here, the distance and we go to the five out of three men ISO armor the square off the A minus two squared plus one square, best one square and then we get a quantify out of three on the square on the six again Echo to defy out of three is going to miss.


Similar Solved Questions

5 answers
Question 13What is the MAXIMUM number of nodes in a Binary tree with a height of 5 Layers?Ansiwer:
Question 13 What is the MAXIMUM number of nodes in a Binary tree with a height of 5 Layers? Ansiwer:...
5 answers
The structures of four isomers of an aldotetrose are given below.40HOLOHOHOHHOLHOH=_OHOHOHWhich of the structures areDiastereomers of A?Enantiomers of C?Stereoisomers of A?D
The structures of four isomers of an aldotetrose are given below. 40 HOL OH OH OH HOL HO H=_ OH OH OH Which of the structures are Diastereomers of A? Enantiomers of C? Stereoisomers of A? D...
5 answers
A general reaction written as IA 2B Fee2D is studied and yields the following data: Initial Rate of Formation of € (moll[AJO (moVl)[BJo (moVl) 0.150.150.15 0.30.30.15What is the rate law for the reaction?Select one: Rate k[AJ[B]? b. Rate K[A]? Rate K[AJ? [B] Rate = K[AJ[B] Rate = k[AJ?[B]?
A general reaction written as IA 2B Fee 2D is studied and yields the following data: Initial Rate of Formation of € (moll [AJO (moVl) [BJo (moVl) 0.15 0.15 0.15 0.3 0.3 0.15 What is the rate law for the reaction? Select one: Rate k[AJ[B]? b. Rate K[A]? Rate K[AJ? [B] Rate = K[AJ[B] Rate = k[A...
5 answers
"plete the following table:Tou FormulaIon Formula[Compound Formula]ColtCN-Mnl+POjBa?+s?Submit AnswrerRetry Entire Groupi18 rore uroup Hatterpes reraining]
"plete the following table: Tou Formula Ion Formula [Compound Formula] Colt CN- Mnl+ POj Ba?+ s? Submit Answrer Retry Entire Groupi 18 rore uroup Hatterpes reraining]...
5 answers
Round approximate answers to the nearest tenth. London Eye The London Eye, shown in the accompanying figure, can carry 800 passengers in 32 capsules around a circle measuring 424 meters in circumference. If one revolution takes 30 minutes, then what is the linear velocity of a capsule in feet per second? Round to the nearest tenth.
Round approximate answers to the nearest tenth. London Eye The London Eye, shown in the accompanying figure, can carry 800 passengers in 32 capsules around a circle measuring 424 meters in circumference. If one revolution takes 30 minutes, then what is the linear velocity of a capsule in feet per se...
5 answers
2 1 Ilt 1 | 7 1 1 1 L 1 2 #€ : 1 1 1 { E 48 2 7 1 8} 3 a33 3 € 2 3 Kl-6
2 1 Ilt 1 | 7 1 1 1 L 1 2 #€ : 1 1 1 { E 48 2 7 1 8} 3 a33 3 € 2 3 Kl- 6...
5 answers
9 Find the limit(12pt8)T+tan-')j 1-2
9 Find the limit (12pt8) T+tan-')j 1-2...
5 answers
Question 91 ptsThe line perpendicular to the lines r1 (t) = (4t, 1 + 2t, 3t) and Fz(8) = (~1 + $, -7 + 28, ~12 + 3s) and passing through the intersection of F1 and Tz can be parametrized by R(t) = (a + At; b + Bt, 3 + 6t). Determine all of a,b, 4, and B(Enter integers )b =A =B =
Question 9 1 pts The line perpendicular to the lines r1 (t) = (4t, 1 + 2t, 3t) and Fz(8) = (~1 + $, -7 + 28, ~12 + 3s) and passing through the intersection of F1 and Tz can be parametrized by R(t) = (a + At; b + Bt, 3 + 6t). Determine all of a,b, 4, and B (Enter integers ) b = A = B =...
5 answers
The number $X$ of meters of cable produced any day by a cable-making company is a normally distributed random variable with mean 5,000 and standard deviation $200 .$ On what fraction of the days the company operates will the number of meters of cable produced exceed $5.500 ?$
The number $X$ of meters of cable produced any day by a cable-making company is a normally distributed random variable with mean 5,000 and standard deviation $200 .$ On what fraction of the days the company operates will the number of meters of cable produced exceed $5.500 ?$...
5 answers
Find the limit:sin(60) lim 0-0 0 + tan(90)
Find the limit: sin(60) lim 0-0 0 + tan(90)...
5 answers
Write as a percent. Round to the nearest tenth of a percent.$$ rac{4}{9}$$
Write as a percent. Round to the nearest tenth of a percent. $$\frac{4}{9}$$...
1 answers
Evaluate the integrals in Exercises $33-38$. $$ \int_{-\pi}^{0} \sin 3 x \cos 2 x d x $$
Evaluate the integrals in Exercises $33-38$. $$ \int_{-\pi}^{0} \sin 3 x \cos 2 x d x $$...
5 answers
Do "DISAILCS", then sketch the curve:y = 224
Do "DISAILCS", then sketch the curve: y = 224...
5 answers
Find the volume of the parallelepiped determined by the vectors & = (3,2, - 1), 6 = (0,1,3), (2,3,1)_Volumecubic-unlts
Find the volume of the parallelepiped determined by the vectors & = (3,2, - 1), 6 = (0,1,3), (2,3,1)_ Volume cubic-unlts...
4 answers
Let Y,X be independent and square-integrable random variables, and let2 = max(Y + X 0)Show that ifE(X) < 0 and Y and Z are iid, thenVar(X) E(Y) = E(Z) < 2 IE(X)2. E(X) > 0 and E(Y) > 0, thenE(2) > E(Y) + E(X)Hint: Define T maz(-(Y + X) , 0) and use the fact that (Z T =0)_
Let Y,X be independent and square-integrable random variables, and let 2 = max(Y + X 0) Show that if E(X) < 0 and Y and Z are iid, then Var(X) E(Y) = E(Z) < 2 IE(X) 2. E(X) > 0 and E(Y) > 0, then E(2) > E(Y) + E(X) Hint: Define T maz(-(Y + X) , 0) and use the fact that (Z T =0)_...
5 answers
Score: 0 of=11 of 18 (12 complete) -HW" Score: 60.Instructor-created question Use Ihe graph ofy answer each of the lollowing questionsWhat is the y-inlercepl?The y-inlerceptMi Zi0140UoOi4420O-Enter your Jn70answcr box and thcn clck Check Ansuei
Score: 0 of= 11 of 18 (12 complete) - HW" Score: 60. Instructor-created question Use Ihe graph ofy answer each of the lollowing questions What is the y-inlercepl? The y-inlercept Mi Zi 0140 UoOi 4420 O- Enter your Jn70 answcr box and thcn clck Check Ansuei...

-- 0.023731--